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0%,0.9%,100% {cursor:url(data:image/png;base64,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) 15 16, auto;}
1%,1.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFGElEQVRYhbWXPY8dSRWGn1Nd/X0/58se1muzIEPASkCyQgSASBESEikBaEXCT1ghQhJCCJAg4QcgESMhISBADtCy0kYL7BgbbI899965t7+7qw7BzI4FCGy57UpKXd1V71NvH9WpI7zCtv/Lz+mzvglelfg3fv5tPVGHliGfjm7z8P4Gvw3w2wDdWfAT1M+wY0QOf/wtHfD/NX5zssed3RO0W8DgaZhDdXT13vQD0ob4STIOIG73GJxDA0VFECcA3K0BDhBVROGkVEK5iSi4QAh9j7TQaTgOoF5PMJkluqmULqVqA/o+wlSOaN2Qn7UsioF54ZjVHYve8/vP56hVUEWbkQD+0ZRw6ti/vcXiIc5RdQxRgIoQoIS9kjUDi94zrQZkNQd6RD1IOg5AN/sEQcu14D6JiYlQzqKcXR/hspBwqJjVAwfdwGLXk9QNen7IreMJaSi8d78aByDFPjap2LePWOqMhWmYmI57zNhVKXnleK3oODqryZqatB2QYp+//uVyA5qPdKA6JK5WvMGWQQqObcANE/GJaI8/Dzd481HJ7btPmFUtkVesV8xuD6/RxQZgJEARE+YBt80GK44IzzIbuJ7WHEvLP9Y1Dx6V1K0wmC/hRNEixrs1B9mfOLnzjowLwrYhHEo+s7clMwNT07K0LfnO4e6m6FeOCHYfUjxuqdrf0JsAqUu8yTi5844w2oG2JuhLPmYKctszsR1ho7jzGL+1RO9Z5m9MCfwGu3J0vUe7GjXR1RrjAOoa0zXshzUJA9IIugnwG4vWAZIq8VHOsG7wfYNpHNrU+GB4SQBdiXEVqTjoBC0DXBHCuYEeJHYEi5Toeoa2DjbgtxWqTx2QMQDx7GcqIkyS5inUcJHfPspyRi8k9LJftyFqlL54e1wMpPnb2jWnqAqr6vnnLZc5fRPTXz5fOTCb/VTDpGW9Lp9rIZEe7xuMGTBySt/+4oXcvHKg9iFNEXE4SS4FLu4S/rJ3HwlbdzW5aBJUlXb7oxf+lVcAEuZMpOPXs++SLkLiW1OST+0R3YXwVot9vUOOe4Jlj+QOIvjC937A+387flHt/wDIUoyztM1FtEpcER6laDuBEJh7gsmFuIZKoxYfZEiUvxwAE2eI72hW4HuHCRvsvZLYT5HUYRYDsnD0iVAMMeUQ4qMESdOXAyBRjPiAnYaEjWM4czizI/n6AdlsgPnANopYdzE7H1N5iwtzJH4JAB9/64f6pKrQYMnafZlAhfPyd6SD4n57inw/5UG45OE6Zd1YOgyDBvQ2x8TJOIDZF/+oK8DMQKTl8XTCYITOfI1tFvPB8oB3V3M+q/eZy4qp6YjUYfH0qUMm7TgAnZ0RyMWx4BUe5wl1bKmSlNP9lPevZdxbz9nYiNfjAw7DHQvTYGRLm+2QzD1D4hkAMnvMmzcy6l45eVCwmqQ0acJmGvLPSUSZBWivnJcpnoDCRyzDkrmkDPkGbepxAGZ6ygebGi8GmYeUk5RdZnkSWbappbdCUPW0k4yiE7wROoQmiHHZOeLG1TaW61vU9SCCDsIus2xCQ5VY+lBwCKKK6RyDDajbAOKcgRp30GGy4dkq/w9AZmuk60HAhyF/+KqiAp4OEUEFEhGSAdheTNJAqVURK+TLkQ7o9JS+aNC6xxl7ceYrfPLaLT4sH4I1ZEPA4fSAvxcr4N9zeIsZByDTDRp3+KIBfVrMJrMFwhOIIt5qX+NX3/nJqLvD/2ryPCX02TfffSXiAP8CHex0m9HOeUgAAAAASUVORK5CYII=) 15 16, auto;}
2%,2.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
3%,3.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
4%,4.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
5%,5.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
6%,6.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFQElEQVRYhbWXy48cVxWHv3Pr3dXVPT0vO45xJokJiSIYhAKL8B+wQEgsWSH2SCzIIitWbFiwCAuE2LBgicQqf0JkIYvwiEUcJfIQD9iZR093dXV1Pe69J4sxjpwIO3LbZ3NL955Tv++cUp1TJTxF2/rTj/RRPsHTEv/B79/QA43xlcGddPgSdCG8PHyeT/4zAz9EfUG4jsjOW79QyxeTvDIc8pfFGdoVSJ9BnQIgxtCUI8yswDQJrhiuB5A0Q3zfk/X9/T0xcDZvCE3KyIBIClGOiiAiHBwrL+5+k0EY8s+j0/UAVu+d8dx8zu/Mb0hGAekkJrpQkF3dIjlUwucbwr0OebaHjZ6V8ez/9Gfcem8K6lFJ1gPwh0O0N3QFUDqgQ5IaVw7w/QAGwNgTFD0LcbRe8bdDpMoRcTiXrwegR1t4k1LHBtt6fOcQaQhGCxKbI5HDbFoWoWPWC/MqwZ9sQ6MIFt+N1gOQsy1Gk4RlHdCHQtcrnbcgC9LvXyTfdZSp5U4ZczRPOC1j/Mk2tkrOE/DBegBBtUNWxJRNjBEIQiWsLfOlou/cxX035p1/TTg8SSlXET0GOdshadL791gLoNAEY2Om3QAVwS4NPQHlLOXw3e9x/e2v8+r4Axo+IpKaSBwDl9D4Gfn2X7l58Kas9wh8g3Ut026A1ZBVcJVlNqbeusg1cg6uLzn5xj5fGV9hNywJgwprG0I/4ObBm7J2BYyu6PqWefwKTZwi2TbLYsDNLqLKDVr3TA9q7HMTFuMhm24BrsXoZw14LYBYV6jtWOUTgmSDchBx0IQs4ggXCsGqp616Fnda1Ma0m5sEvkb8EwIQXdLbFtJNyizgExtSBSFtKDgVBMW0HbYNWc4EooRNXxPpZ7Lr9QG3opwHXHt3H6tyb1OIVNlSYVMVe9/bI9KQqADt+gB72U+0745QFTr7//0+P27zSY70CdwbH/K/g2+PfqsatczOll+OQHqsbxBj6c0Rh/0f5NFBX7T7FahWEawifJijqg84iAiIEt1bAUJRehuCOG61v3os8QcAVHI6Y5m+Bcvjlr7qMdOauKzJy5ZRZxm0jh2xXAgt+crx9w++xWKZPa72gwC9ZKhxjIol9BFVr9gkRlkRiJJYZegsF1LLqO5x7YwoTFEZPBkANQPUOJ4JbpNsFUiYUHYOV0UEZzWF7dlLLcWixq9OyLoGCWM6eUIV8JJA4LgS32HiFhQbI27LhFlZM7Sel+OeweldstWczH1IKJY4SvBPAuBre7/U5UlNGo4RuU4WBFwyA17YeZEbr73Ea+9XXP7324yChghHmHpElVAT1KSP0ng4wIXRNZ1NAQM+aPiqOSHCM8p6Lm//jdcvNZzd6Pi4K1nVgjUhzgpewbuOhbSPFHkoQJ2fEhgHQDZs2b8yY2vUsTtueSZ3DD8cELx+ETlZMLvb0SwtvQqdNaz6KW7YwWwNANk+Jo5LPCEmFV66VDEedmxESr5M6I8C4n9AfrUAnVMfW5oGolgpl1N00sLhGgBm+wgNlqABZihc3GhIRChsgJ2GaB8gmZJsFbiyRXWFKR1h6zHjKRI1j68OhDxb4rUFMZiNlNQYMm9wiwjmBmowkScYZYQbA9L2/OuX0iHRGWbs1wOQVwpe3d2jtpaP5nP2f/0GqoqogpfztuyB98+vdQPYOA9eRRFZFK0HoJOSG9P/4puWvcsvcOv4BO/PswryDI1CBlbZKSZ8XFWfC3e0rPkWSLHAJy2+qkhHJVodw71hpPkQSVK+06b8+cc/f+yB8zCTL/MLffrDPz4VcYBPAXBMkO8Y1i1TAAAAAElFTkSuQmCC) 15 16, auto;}
7%,7.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
8%,8.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
9%,9.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
10%,10.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
11%,11.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFOUlEQVRYhbXXO4wkRxnA8f9X/ZrueezMzj7vzsfpDPiELB4BJyCzQAJEQowgwoSQ44DASDhwSEJAQgxIlhwAEpjUOhCSsQ0YZN/aZn17+5rZmel3VX0OZu/wCZCtm71KqtX1+H5VUtXXLTzCMv71c/phfYJHFfybP39e93SA5soT8ToH/z7Fzyx+ZtG5A99FfZ9wlSCbP/6p2v+xxqujHreO52igYEOqXOA4ud9ufIvMLL6jqwGSgxpbOTQKUARpHQBvv10CICiCsqc5EYKgOAmIxCNa07AioPz7BJNmxDevkh87inlNO20xRUFcFHTLmqFaNiPHpUHDVuj5ZdVFYwBFbb0awO/1iEaO8VZAGAIkaKvYNkYpCYwSWWUzs2yFHlOcIgeXIGgR8VClqwHS0zFKzfZWQ2fQIY7ghJh50+LKiKgq2M4slzsWmR/gm3/QO3uKy9d6pKnw2l+L1QA7MqZqCwbhbUbdIcOPD+mtJbwbwnxW0FXHpwYN/uQN0uQd0l7Nrowp34QS2NXuaoAN3USTU2bcwkhCGGZ8bHuT61uP80o64st/2mNQ/pbBRkEcesLQc8msU/l4OYGwGmBNEyQK8OY9RBwRniyzjMcl3/pizfXflNx5JadcCLY1OC8MNKHxE8qNv/D7vWdkJQC+Io5y1jdmZJml168ZjmqudB2fdSnJU1sEzW0WBzXFzND6gFByEp/x4t4zAivuAFoSBDlXLi1Iuy1Zr2EQKSOXMPAh+lrI2vU+gZkSBo6m9KiWnJ9DVgYEWhKaivVxSdqxxCKMNGDoQ2IX0GRKstPFzip8XWFih9ES9fZiAF5zxBRkqSNC6GlA5iKGGGhBUkfQS4k3M7Re3pLOFwQXtQPelZy9OuLF7efuv4t0md/uZblAZflwXue5xWu7OuBL6Xc1bw6XE59+9HGDUZdOm8C5Qe41fHvwM22jmtkk/0gTeWlpfYUaS24OudX+Qj581H+X+ztQlRFhFXN5rXNOW+ZZd68+79eKuz/YLjqoKn+sn3+o4A8AjHTp9hq+/+z3SNcjkit9OtfWifch+mTNSbdhX1rOgpaFOFrgpS/8iNnruw8b+0GAk5TAhNTFcoWSFEQbKVr2IIIpnuI8eKNKWYWozzDSvRiAmAwvDdUZ+MZhkopwPyep+zSBY2osE3HMWqFYJJR5hPUdnKQXA0ASRALmRURUOaxzOD+n89UNamOZYLk7i5lOEhbzhKIIca4LFwH4yrWfaH1cYHXE5DgiMCFnZ550orj4kLe+nvLnOyNOTlKKKqTFoBpg2i6YzmqAbwxeVk7BG5hJzdG0j7WGxhpmZcbs9a/xu399js98vsLJmzTmCKcFnhrTOkTq1QDv6QkSLG+FxMPRtEvZJhT1Vcz4Cf5wN+PdlydMy00eu3GTzc2GoZniZMob9ZzOB47lQwHuyBFPPplRlsr+3oLTRQ+JbyDjHf42i8klQFvH2e0cb2HxWMTo8i5rnRGTaIJouRqgGh7y6mGJV4OuRZj00/hsnf0q5G4R0oZC0LTUhWNxt8FjaFqo1mPc6IyWAKYrALg2Q0MLCNqA76xzaA1HRUgrgvPL73nTNtg8pDytgQRrwe0IZm0Bb60AkE/0ERoQwWvEr7SPInhAZPlr0UHoYIEZANoGlHcU2Qnpdkbw0goAvdGnrRZoWeKMOb/zlce3trmd5xCGZM6y2e3zzmQBfCCDAfVDZ4FzgOwI2oT4hYL+50h1dhWZWYgjbtY1Lzz9gxVD/R+AyaaQgRkmDzT8kyPMEKDmhe/88JEEB3gf5d+IL25O0IQAAAAASUVORK5CYII=) 15 16, auto;}
12%,12.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
13%,13.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFLElEQVRYhbWXy6tlRxWHv1W1X2efs+895577vp2Yx1UinZmoM/EvkIAO4igEBCcOdRLBgULyB+hAQUUc6EhocKijgCDGOBLShu70jd5H3+d57332o2o5uJ3EkJaE3t1rUoNatX5frWJV1RKeoA3/8Av9NB/7pMRf+uXP9KDK8AuPu5xzM9vi5PASP63RWQNNB60SgjYiG9//qTYP2ePTwx5/e2+GygxpamRZUuRzuL8EwGiNJDU+6rUDiM9KmsIhKMI1iahy/P4UgycGjAXxyv37h/SAwseExiOUVF7bARTvjLClY7eC1cSzlTm2kwY3PaDT+Rebm1M21hasrpas9CuS1PPt3/yAKggwRtGybAfg7/UAGK/MqJ0AEFplGPapvSUIPHFU001rktQTdSA87bO9u0Ynsvzz9rgdwE4zpMQzNTlOPdUMRJRsaxU7DYhDR3fV0e070gGEqWWHda7u1iykYsdvtgPYlSHTxnPKMaValmqoJgZEuRk+S5oeMBjWZDuWZBAQpiE7rNPzIQCqth3Alm4gvqSMOgCU4smrhnxm6Kw9z7de/BM7X8qI+gm2Z3EmYJc1Fv7aH6EdQF9jluqp0y5gIAAJLbIWIi/3cN/4HYMmJRqFuLGFGroas/BjRuv/4NbBa9IKQP2S2i8hTQgiQ9ALWN0Kee7LEXn31/y9qchjxzNbIcP1kBW1eHISn3Lr4DWBlhlQLXAsSdYikn7AymbA7n7A5sa7zOSMeWU46laIUwpRMmfxrgD96PZqBWC0QGTJ6l5Ibz1gY89yY3PEWG6TSE1ZWuaUnNkaHFTW48jx3j8eAKcLMCWDnYz+pmFro6SU9ynlhF7oqJ1QOWEeOEIxVIDzOeZxZcC5gj21rP1kAqIEBpCn2LE3UFHqwHMkH4mFaqlmiuqiPcDXw1f0tHkX4wMik2A1pP4M67JBl6iO+cBZPpj43srPtQpLZqPF/1v7cBPlPHqPPxe/kk93/qR9mIGqCJFlxPogohb3P/GFpjHXoxNQofGACh21eHH8vvjhI4l/DMBKl2C14GuHP2IhjpGtmTeG8/spJ7fXuKx26fuvYvwXOT2PGZ959t+YcUM7j6r9cQAvHawRNtUyBmr1VNYTWqWqLbHuEOvnODyPOT9yzC8a8CnWJI8HwJgUi2HoQiJrHtRtzSR2LDUk0xc4PBtwfKdhetawHDeo9vHymACQGGOFp3zEVB0dK6gKk8jR6CZn55/n3tslk9OaZt7QVB5LgshjOIKXnnldlxc5K6zQ3ElIQ8h6jt1BTRrkvLl4hTf/OKG4qtHaQQPgCU2CtD2CV1f+qlwBBhZSMN2aYX2Dmzuqd5bYtxv0t2/RuUpRAnwU4NUAMJWaREw7gP/oJWKvyy6jxh1cscxrlqOGybFycDvjOe5SZPvcG8fkRUMtgheYmDHaFuBIzlE7QdWyRsjipKDOHfkIRpcxeR6BvccLg6dBhaNpwFIMFYZLe8lcWwKcmDNevNmnKBwnxxcUV46qgMXYsphYytoSBA12PmFvdYiqcLGAhVOuglErcYCAZ6fcqa5wIkRbDVUBy9ywyEPKKqRpDKFxFOWYYadPnT34/S4N+e4EjS1ctACQ/Qw1FYKQ+5CX//Lj6xkPagTvgXXwmOv2oy+wzYNWROh2LLzVAkC/kFFXc3RZ4MQwJ2B/e5u7p6eYJEWDkFQbtnsZ/76cfyJA+civwAMAeT5DXYzPpx9+lTp7PTQdo2kXCWK+4ifc+s6rLaUebvJZWujLb373iYgD/BefjIH5ewSANAAAAABJRU5ErkJggg==) 15 16, auto;}
14%,14.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFXklEQVRYhbWXTYhlRxXHf1V16368926/fv1edw/dM0EnMGLQbAQxARcBs1XxYy3CCOIiGwUhAZcB126yGEFBcBGE7FxmF3RAFxk0SWPGyXx0Z/q97vf6fd2vqjouZpxJyMTI3MyB2tw65/x/dag6t0rxBG34p9/JZ/mYJyX+3SuvyY1FQpg3+MmcaOm4aHOOb58gZxWUFllbojYi2y/9Rtwj1vjUqMfVdxeICijXoMoCMZrqJIbxGk2DSipC3GsHkIwr3NoT4VDIvaEUx3dmqCB0NGj10H86vospY6wJKCpqL+0Ainem9KqSb2/dxrl/kXQLBv0Vg62C0XDJ8FxFvuXpDhXpVkx2LuObP/gJ23u7pHHEP9+ftANQH/RIsgyz30BlKNcHLI0n6zQE0RgtxBZsx5LsZFRJl2S8yeGtAqUDcbXRDuC8DEm9Z9KcsJHtEKuE5fxt0sRRb6/RMSSbhs5THcrOJkubc06GLMShgkDIWwKoIc43HJ5ZpnGgnw4YbTzPZPIWo90lnR7kl/rM810uTDV7g4Y9RhQuBkDEtAM4J9uUruTqPEIpIY0CWWTZzV8gvPcmL/4yYTPukaQNs32HU8KeDKlDdi+Boh3ApiSc4pl6QwBCA94o3q4i8q9cZsO8yrO7Y7pi6NyP6SvLcZgxGf2d12+8rFoBSCipfcVaND6yeG0ISYre6rD/jT5/e2eI2brFMK/IibBBU/mCLHR4/cbLClpWIEiBk4oq7hK0JiQppm/pX+wyOG8pZcidWzP44hlNpyE2msAaPtK8WgFoKRDf4NIYbISKE9KtmP62odtp8LLF6YdHZL0adtakmSeEEh8+JwAnKxrxEMcQRSQDQ3doybcNVlUY6VDWKfOTjDgOKGpcWKPlYQlaAXhfsI/m8jX73y+gliiliIywrZ8j0s+BEYwOFEpgLois2gO8aH8kR+4AEyJinWLEfmy+bh4dlw88SZPA/fkHv4qfb7wmla1YTFePjvw0U8JxfJ0/F79Vn+38SXtQgbqw6DKmv2VQovBBg1e4ACponFeICMhDnQyN6MDvi1ceS/xjAJHqIv2C5N+/YjGLmRx1Gd/to/1X2Qzf4v2DhMN3HfOjkvLUgXN871qXC6bdneYBQFAZViuSrEEI1LVmMU0oyjWNWBZjz+qkoZp6aGpoHFaNiJT9X/n/fwCjO2gNPTRx5mG7oFjG3PjglNXacjYuKE9LZN2gqxIdAsokBJV8PgCoBA0MvKXRAZs5uLDgzs0Tprcbzq6vYLrGViUmeIxriFSCVll7gB9+4VUpJmty02M/RBBgTcy5jsd/+YQ/XJlij8ZE3mG8oNW9q1ZsExRpO4CfbfxFOAU0nEnB0y4lEkUaIrIzy9f8kvnkCsejF7i7MBQOSqcRUdSqYUbVDuCmnKCMByBTNburFD813BoENuoPmf91xjNfqtD/eJMLe88zqSxnpaaoNZP5KZFvuQlvqzHYBSKKnIgDbeltLNhYzFgcLFgvIc8rRqMZk/FbjJJn2dzsM68U14+mlK7lMTzUxxhdIEGzUpp+fYotVqxvrqlmnlBr4tiR9wvKKmKxuIaVS4ySEVfNCTPVEqA+P+eZSyPK2jE+vEtSrSiOC5p1Q92ADwqtAmnm6PVKGm+oVu9B8FR9i+ykMH18ADX4zq8lNjWCovGWXlrz0edOECCAaIWEe+34/hMER0S3Y7j9x188fiuWSzlNvUSqAo9msL3LnekU5wM67SCRpSOOnTzn5mT5iQTVY0vfB1AXcyQkhHIJIiS7OeqkRpxD0i7KJHzdrnjj8o9bSn0KgN7xgEHTB+A6FXR6PDxcnje+/9MnIg7wH8/HilXnR54MAAAAAElFTkSuQmCC) 15 16, auto;}
15%,15.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
16%,16.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
17%,17.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
18%,18.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
19%,19.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
20%,20.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
21%,21.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
22%,22.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
23%,23.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
24%,24.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
25%,25.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
26%,26.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
27%,27.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
28%,28.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFFklEQVRYhbWX34tdVxXHP2vvfe65555778zNTJJJOo2hYJs2BR8ErUVEBEVEQfRZQYTi39A/wBd9EyRIX9o3H4SCvvkD9UH6EKtp06YYMSGZxDEmmcydOT/3j+XDxCml0IScZL+cw+Hs9f3s7+KctZbwBNfaV36lD3pHnpT4t195Tf/0xxyVjsT+h4IivHjmJO9/sIQ0wg0ROXX0ZxrCx5+fPDXlr7/Zw9Q9Ip4Y648APPWiYNcz3ru4N8yBz23+VLsmkkpBREDvX4EYBaOKJIgBDJCi4jQSpENMwsZimAOrzQ72jOFvv3+TKHOCGRPMHPETpttzFpfWWfNnWblWYN5P/OdCZPXSRZLtQBQTwjCA59OUfd3hHd0DPKQ1VDKizVAbcGFEXhfkN5StC5G0HXk2FiRjUEkUTIYBnNUFdwmcj7AnFbUFImAzwmhCJnPKa8LWnz1cD7hl4AXWCXREAitpOgxgTSKkns2YURnLvrb8294AII1XmKaT3Pp1j/tnh10GjPdsTCwmWMBiNQ4DOKpC0sDpMMIDQZRnTOCW3eYD2zB645ukt/ewdcCoYkkcSwWGeBBABgLk2pJrxbtdQyBgNJJFj2t7Xr6+zel/nWdrVNAkR0oOksFKYifd4+31m7x69ZwMAmhTTRcrbH8XFwKZ97g2MN5Viitz2k//hU+lL7JzJ1HVgeCFLggThFevnhNgmAONVrTtW0zqGvER8RG3D3Ynx1QZYVbjj22xYJPMWZrWUO9WWI2HMQYC7NGnFtv2mB5MD6PGYiqLeIspPKHcQlbGTFknc1Dv7mHTh/+/QQCVVnShOxQ3tUGqDNNluGBILhHHHXZ8nRgdOas02jxGB2JNfu0LfOPrHQAJgyiIgur/7x0kBZaILmnjRwvkIwP8sHhJb/U7iAL+4feVizm5T4d7DpNxbv4d7TJDtbN8qEBeEm3yBKPcMjWv+/OPVNgOHciajKyBcnQEFYAIRlAJqIBIQg8KHoYEgG1yEoafdL985Kp6CFBKSbSWvz+3IE7vEcsr9EeWxI0l8fgu3dGKuNLhpz1pkkgj+Nr3Npnf+OqjagMHZRqAQmYUUtBVFru/immfxrY5JhiCS6Tco6U/FE8jyF1OKeUggEMHJqYkYlnuJ4oAU9bRvKVvlmgWCWXEF5EwAc0smllGZkwhs8cDkEsBZFRVTdcbfDAs2MQtrpJKT1x4+hVLGDt8lqHOMR6/RPE4HPjx6R9pfVtZyIS6UegS+3VguW/YNC+z/coFlifnxPEIbzOSWByO3JaMzWQYwFvznyt3AQMx5XhviBiSCLvGce+ZGe98/jnO6C7HomWaHE6FDOikpJPxMIA7mhHtwWeVMHg3JmUZce5Iz+b031d8fIH3xle4nG5wIvZM1VImw444jDyw9f9kgP+KZXfUYJPD+UQ3HZPmDp52bHxrxJa5gmkdvjwCwJbcYRIrZmK5a0agdhjARXObhhrBYMgJa6cxG5bNLzl2Tylel7g+o9UC7Awi1BY6bbnMHtNhLQXuIksSAUQwNmE2LMc/Y+meErpJQ3A9Eh0SM2JWIOag+4UlNyUnmv0HinwiwLbMiKlBk8FpTrh0lfofQgKsA2tWOSILjtqDXKselDtV5Wal5MXAFFzXGWfPnGBjY8LvfnsZ1Qj3xy0bSlQzJpPA8bUZN699/LSuG6SPS8dmvHu7J64r8cTk4IT3l1IimvPZL3e8+YsfPJFBVh5mhL7zh+8+sSn6fxz1c1E33x3WAAAAAElFTkSuQmCC) 15 16, auto;}
29%,29.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
30%,30.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
31%,31.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
32%,32.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFLElEQVRYhbWXy48dRxXGf6e6uqu772Pek9hxnASygAWPsIAI2ERCrCPBgi0KEhKb7PMHsMkqYmMJNizYgTBbQGIFMkhEAiSIhETsifHYM+O5M/f27Ud1dR0WY42DIoTllkvqTanrO7/+6us63cIzHDvXf6H/757kWRV/89s/0dMPFOPXzNya5+bK8sEDpF1iuhWuj+Q+YscU+frej3QIn5zfvz7lwR9W7KpHpccFZdr19NQARNOTSEcap+MA9lxH38f/mlNVhoOaHVFIFEShVzhXXioUfEZMI0iH8ToOYN4syIIjrTYRE4hpg3Udk3yAjRV+/wh/7T7r2TnVpKGZNTx/4zv4aFAUq904gM/EnIGUAywSIekdUZSQdqRq0CQQS0/tOtp5SzvteFVzit054izt7eU4gB1do7LBHZuhwRKjwXjorCf1GTpdcm5q6u2aarMmTDq2zRqpILbKPI4M4Y50BNPiyxwZBkxv0D5haEHbgbDRcn5lwXJ/RTvrCHlglw6zushNqmZkCLWnTgL1VkqilqTPMD7SN46h7rn3qbscfvYYP/UEGxELO1rjorsQEMYBOK1pUkf7siUmQjKDbNtQX5tw8JWeFz8349+L+ySdYjRiI2Sm5SzWvL/b8M7tmzIKoI0Ntc1Ivpiis0i9bTi6bjjdP+Tk8ysqrvBlC7eaE6JfYIOnjr+ljG/wzu2bAiMdaLSlSXJWn1bazYRmXrPaWXL2akvMO/p+iw/cR7zOLn9O56z7Q2oLubaXGmYcwK+ps5rqmmE1P2O5u6C62uLnPeAZxOLtDh+6ji+lKfPsFRqj1LG51BjlwDpRatNSpcd0W556X+m2BqLtsREgRaWglQnHtuELQGsjMfndpYaMAfjx3KkBvMvRJEGtoPJYMjGPmuGjxxSjZCcV2itvVf24DLy1UejR4BFVqPsnXjfZ2sJpD9XFmkvcGy/MtZOU9WLxREK9CO0QCcZwhOGn6/6p3Lx0ID1vyNIWd3UTjY+0HrXaIT7WFlUkKDIMZF1LBN5ddk+9lZcAkyj4zTm//P1Vjm3gYVLg7S5d8gJd8iLBlKRrR37iKI8Et8j4/tu/Yvv+b562NvCx17AY3iAPhr+EhL1gyXWNaAP0qIAJKW6RUB4J5cmEab9HGXMmw6gcPwYoTUERhaX/kPf7nlc6RxYekmgAMrJlyvRezvxki9lyk+ndSOlLCvnmKIDLLXCSYwLkdUVn73Ar2+J1dvmrXWAGx9Y/c7aPrjA9iOSnA3ZlKAZHIfl4gB++/KbWJ8KG+QZF9TOCCUTp+JNb8FqAj/424/of9yjvBvxpZFjBMAyUYUJu/DiAW/MfKKeAgS52FEuDBrBByCqwf1/xtfdOaTUlFg6XGYZUGETQPqeTchzAQy3pk4sPhCgJ+SLFtpZ85Zg/mPHSv64xLSuWxyl+NSGmKTFN0SThXCxrk44DOJacbstggqD9mslZjl07pmcl88NN7HmO5D1JviSpQXxO4iNYw1mRI9KNAzgyjnxjjnaB5iG484KiyilPSzZiiVRzyDzOOWJoUQ9DjGiwHKuQyGQcwD/oCPcOERUyE8lXjnyVU3YOU2fIYFGJ2Cxiek9QwfYGjXAHjzcjHTiWGVE8IBifwo3v0ajQqHCsAh+7VEAKgSJwcU7npMXIEB7qjL6vGLTBDAaahOef26Ba93SNIJqSlYH9vRlHB9UnBJJxBmBPZEZQh48VykX/Tt2MZdfSkGAl47Wvdtz8+XfHnbn/Y8iT/EI/PPjWMykO8B8P/IvpK/ltywAAAABJRU5ErkJggg==) 15 16, auto;}
33%,33.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
34%,34.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
35%,35.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
36%,36.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
37%,37.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
38%,38.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
39%,39.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
40%,40.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
41%,41.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
42%,42.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
43%,43.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
44%,44.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFV0lEQVRYhbWXPYxdRxXHfzNz5368++6+3X1vs84af4SCBFsKFRSWIkU0FIiAhIAKIQokqjRICAUpZVokaCgIRagiEYkGpDSUKCJSJIo4kSXH67Wz6327b9++r/s9cyg2MQRbCvG1T3nn3PP/zdH/zj2jeILx8vAt+bwc86TEX/3eHyTZFfBLSneMDnK2vxwxG+8jsiDFk4kn6CLym63fibQPPu9d7HP6zwVGaiLVEKkCLZpBFVKQU+mGUFX0fb8bgIuOcG1FGzhECaJAKcVqrBDloGdAg/0kfzqdkhkhtoKoJb6edAOYFu9T9ufceSln3JaMo4rVhqXY6LEcJVTDAS5bQ6UDwniDJDnHz174G9tbOwRxyPH1290A+sHfSZKE2lzBoFGlYn9Z0iQN2ieIURAarO2RRNukdov13nsU9/6B15q1pOoGMLwguMgxmTRsryVEoUKWQhtX5LUDHWKiNXq9i6zHF8js0wzPCW0qiPJkqqMJh+cVjXPYgxl+GrI5iMlGm8jxCctRA72EQfYVttOr6OA6jZkz2oGwPHOuEekGsPW0UJYtwTtzRCl8FGCTgK9vZzS+IPr2i/TXhcYUtPoqokKG54Wk9p9UUN0AonXBnYCZXAKvwAvKBQT/Cvlx9jVe+841jq59CRMJmBIAO1Ccjj3vjUe88uau6gRQiqeqHTo3WBdhXEDse/T0FvH55xm+/QF3+ptUOxlB2kcHnqJy9BLPK2/uKqBbBwovVK2QVn20N8Q+xZoB6eAy0w1LOhWyD+4wM8/QbPbQoSH3AP85obsBaKERR9j2CQiJVEwYDzGDDfJUYXOhd+ce9aBPzlO4fkLpPDh/v0YngFUruEYIiQgIMdEAm67TZimtVZhSiJc1yXiCT0JqBXnrEf24OtA69A7Yn78BgAOWKJRSbBnDD9BgNLJn8Hc1Igphzso9BoCffMvKjYOWwHjiUGPN//55m4e+57INoqi5v64+Xfj9L9ekqiyrxfQLgQiKjw5DXv9roT4/+8G43wFbF4S6xAw2UUrQ3qPEgfNoPMo5RAT1Xw7WMXjR/PqPjyb+GYDUKgo/4NXv3iI8OiW9fcDgo0M2bjm+GXsu3mww+/uU80Pa8pSWmvSHb2AudJtp7gMkXqECTZMmeAFd1ETjKc6WBI0QLFbUq1NcNaOmoqVmZBU2eOTNfxagZ84cq/vgwoSCLcLZkmbvNr1Dwc2mlOWERpaUeoXXjkgZIv+YACLU2fSy5vCtprUJC3eB1fU91j5sWM12yTmmtDnOtDSmIgoUiX4MAK/96LLkxTH9zBBs5ACEmzFu1GOy/Cr5n1/nyN6kDWrEtKAVaCEKLXE3fYJ3Xl4TOAE0xUyI2xsoqQl8jtX3WD6n+NNLb3PtyGIOF1C06KpFidDUiuq0I8BkT3DqzMl1rIjbmxg3x7dXuLfKOT1+l+pKgv2w4PkLO9jjCj0r0WXNyfEca1w3gKO7ioVYlAhBBrZ5lkVzwGn5PovFDcgLqsxyd7RAHZ9weZiyvr6OmldMdw8w1UPm8i8CMP5YUxiN9h69UpzUu6yqMXm+h6vmaF/ThoYiizgoc9RCUVlhNIyYvGsws44mnBcvMrpyibasOTzaZ9UcUVSHNE0OtUM5wWtoY0vZtxw2JVIJDk9YXCVu14C3Hh0gU8+yuOlREjFqnuMXL9xCxHF2nRiBHwEOJQYlcnYcCyhRBK3BpFE3AC2XqJslpRREznJuY8TRx1N860l0DysW12tZfyoj31s+UEBVj6x9BrBUGbVE5H7JCiGJMqaqppWWvqQkKkK+UfGrv/y04xf/8FD/zxX6t5PvPxFxgH8DINiMYaXuNawAAAAASUVORK5CYII=) 15 16, auto;}
45%,45.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
46%,46.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
47%,47.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
48%,48.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
49%,49.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
50%,50.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
51%,51.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
52%,52.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFR0lEQVRYhbWXS4glVxnHf+fUu+779mNoo0PidDoERQXFjStduxAEnU18EnTnJqvErQFxmU0WgZBdNkIGEReCkF1AhQRGTCYJdHc6M9O3b99n3XqcU3W+LGbsTMjC0DVTUFCv832/8/8437+O4hEef956Xf7fN+pRJX/lRy9L9OYMg6PpecT9hNnx9F5SpejqiBDdDuClnZ8L9ecn2b26y/pshZ8LVjVI4hF0ApanCwCsp0hUSNf5+G0AqmiKs/lnnokI+fFHiALxQJRCLMgSJIHQCC7wqRSIqdsBzDtvESUVwzyjDjRFEFB1IpqtDs32ALO3y/u15sTWFJ0RRW/A9Rt/R5cOQVGJaQfQ3XeoHPybQOOIxCKeoioDnBNq5TFzFVXUp+wPqbpDRvtCEm+jdES5PGwHsHUgyEzhvePjNzW6cdAYTORDYSgkYFNDvrtDPtyh6qSMDzSqynCU9K+4lgD7inqisXVKoxq0WDxnYVUyL0pO6pL53lXWu49R9YbUccr2PmizBiDwpB3AzjUhDz2WOz/Bl5rQFjizIVr8A/tRznvfu8rZ09/BdHs4PwbfY7QrJLj7EVQ7gGAkqEWA//i3UF4IcYoJY27nv+D1VUzvN09x9+4GocCJAVdhGk2xdLz9722ef+FQtQLISkfufM57X+K8dpzmmlsTzQfJmOnBN+i/A09+W7jzYZcsNpi4Zn3qGKaO5184VEA7BdaFUFqPt9fCpPQ4KhSL/haL3X1cN8ZOLcX5mL1rM6bvdtgklnUOQfxp82oFsCgEY0M+yDR3jSIfb7MZ7GE6fVQIjVGYiY9Ox2w9Pce7GZEVgu/cRQzdBmC1EZa55mPnk4+3ydNdqnSEC30UAhYkVzTniroZMPx6xbp0LIqHpEBWNOjOET/91XUQj1oUIg/ai8ARNEf37holNGHG2j4EgB//OpHJxKCUAPYLj/M7I1RkL8Zc4P7+5b5IFZBt5l8oUG0VVeloas1sornxmr2Us14okAYFTVhSR0O8+zJ6/3vZfBpbKcFXAqrBD0ucg1f/VF3a1i8Aeh3F2vT52w//Sd0MsLc9zKlPdeRRHXrUmSbINsTLKWk+IVrN+dkzvyMdn1w2N/DAKhgmil6sWdyM8L0l3pagUoEABIU2NVE+J80npLMpj+maQerod9r9VF0A9FNNN1Gsuobz/4ZEyYxwt8YLBQyEmxXd2W1G8ykHqbDfdfQDwzBpB3BRgk6ksBqyNMf4PvbDkL1rM8z2LjprGE3eZ7+ccTB2XIkdW74mCRq6DwPgxT88Liaf0hto6vwutY6oopDsJOHJb57RffE9rvdL9rcgNCWUOVIYUl3TjVv1Mvy33uwLzABNYRzaTqBuUHUJ2Zr1jX/x7OQvXPmP0IQ/oAo7qCBBKR9ZW+y8pQLntwTb3FtwLlQEvQl+mROtF/ROT3hqdkz2lZTAntFZ3SAwAYEL8MRjeaLYmJYKnN1SVG6EpkYiS/zEhGiTky7OGN75mC+nMS6JWfVjsDlxZXCNQeOzOUxQq5YKTG5p4sEAcRVFeU4yXhJnC9LZGR2/IlFAEiLdiLKqwTO4yuE3NatjQaYtAVbvwkzdRiG4WBN9bU68XhJVGeMgxJcG0QoXh5jYohpBKwvWYU6g0u1KoP44+r6Y0EcJBLbGhAolPHDKxTVOUOqzM9bdlOdO/nr5VtyTfTJbU4hBN4JXwODKELuxqKIhEI86VfR2+mTHk89HuLwN3AdQTxCJI3MVwj2f7kXblFWBR0OoNNV3x/zyjd8+ko2sn+qvkgLDB0t5Bzpw0aifeeP6I9tFfwKjH5J460anvQAAAABJRU5ErkJggg==) 15 16, auto;}
53%,53.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
54%,54.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
55%,55.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
56%,56.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
57%,57.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
58%,58.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
59%,59.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
60%,60.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
61%,61.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
62%,62.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
63%,63.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
64%,64.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
65%,65.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
66%,66.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
67%,67.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
68%,68.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
69%,69.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFFElEQVRYhbWXS48kRxHHf5FZWc/p7ume1y7rBYO9AiQkJJDgM/iCkPwJkM9G4oiPHLhw5IAluPABkLhxQEiceBy8R14r1qsde2anZ/sx3V3d9coMDjMa2SDj1ZadUkmprMqIX0X+MzJS+Bzbb9440E/7xn5ezn/19vdVzRM2JvC886wk3D5MJiQnQ3bRBunj5Oc/OlK0+5/xveEXWc8viXRL64Wy8rfvRASbjMgSh+1mRH0A6lGC94Go2QMCghIU6uYSGXla41D1xNYgovib/622Wyog2Zd+AO+3O+43X2fyiz9iogqyGVE+ZTC6gMnf8N/4M82dx7T751Txiquu4vGHI9QKqgK+6wdwthfISjgwBuczpJqgtqWs5+Q+Rm1LSDf4pOSqrdg1cJaDWkWDQE4/gNmBMgjKKybgVCi6HCmP8G6NaZ7SpSW+WLBoKlY1lI1hdRjQGuigG4Z+AMsDYdYpS+eJVWg7Q+4L0vV9QvUB7WDB87BmuoV15Whay+x1Qc21cIPVfgDrI2XeKc+cEgUljgIOGPkBzew1mtGH/P3CUXcRrVrAsDhs6aJwY6GnCFeJcuIGTOOOFvAGKutZWE+0c9iHbzIcPcTZEmMaLIFNfImfB44eHvLonSfSC6CpAqFxnMcdlYEm9Xy17nh8UfLUXHDyjwfcex3Gw0t8NMVR0eym+Dzw6J0nAj1FqDtLqBxl7vm2D5wuW95bVnzg1zCq2O0GLC7GAOwVGRqt0N0j9CP5tydAwrZRHmxb/lV6zsua83aLT2sMAd86qt2QzaIGIC0ipEwJ0e4zAiiFXQ2nm4bz0jOvatqoBRpEPKGLaKuMyu1hTXsDbdAovrXR6yxIfnlHRRx5N0ZvLKncHIDBo6KodKjqbb+1Haod7VsX/TSQvXWszdSj4mk4f+F542KfNoGWC+AjERi++0BdDYty+UKGpIVQeUwnmKnS/nr+UtG8jcDOrajiiCzPEY0QFUTkto+5lq7cxFoUttEC1Zb6Z89eeilvAaQIxJ3ytT+8we7KUW7GbNcTytUB1eoQvx0gVUHcpUzSlLuFZfHjt7kY//Vlff8XQNYgnSUtKgB82NC2GWbboWqBGIfjTpZwt4g5KSxVAlJ8atX1YgAmD6ivyKM5UTEEoG1WlO4AMNgm4a7L+cp+yv2B4z1ryGNBsvqzAZDEIwpizzF2wdgeA7BdH7KqUu67Ad86KfhnErGsLMMafNoimf9E4y8M8OCnr+rl9jl2ImTxnBhDiOZM3ClRBK88/R5dts+ys3ypttgADjiLW+LU9AO495ehbplTYIgaKKIlEHDiSaKOb772PvHvf8h0VnBlles8B52B83bNsBZmfQAmM8X4my0WAnuuJHaeQRo4zg2TxT2yg38Tb4453O6zNbCNAo0opzOhjHolU6LxpRCtYogCktQM8oYiDowTy6EZ4NZjTPoMMzilWDribg+nllaUg4WwjnrugvHUwBbEgCSG/SKQxTB2KfZqjFQFIS6x+RTfDpDSUHQ5rRiOd8J61jMCX1gB3fWFQTxkYxhFKbYuMNUe4h1iG4qkZZ0swDtkJ0RdymENO+0pwletUDfXNVoqgj/b5wplqQ34U2RwBt/9E+otBIMRUAQwSLzhyzbrBzB4ruTRiF3d4i+vUFWua1alSAVnWzrJGUyO2KyefmxyXAPSMxENVkK251htlNXi44IqciVJhXr/O/zgJ7/tt9if0ORFrtBv/q6n0v5P+w868nPQ+iTcRAAAAABJRU5ErkJggg==) 15 16, auto;}
70%,70.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
71%,71.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFM0lEQVRYhbWXv29dSRXHP2fm/nz3/fBb2+t1ko2zLMLih0AgFgoKSioQEiUVWvEngMQiIaptKLdBgoaCEokOWgokWCQkfkQou0S2k8Bm7djPfu/dn3NnDoUdLwJCrLzNNKM7d875fnTOvefMCM9x/OKb6/q0PfZ5if/0u19XTfYprZJc3+XB7CFzAnMCC1HCEMJIiVYReeuHm4r2/7U+HN5kMXubbqT0A2DcUG188N51hjYVhsOwGkAzTOl8T2IVEaXzAsBCD2ANVAVV4czvw3aMqmCtx7iYRgWXdKsB/HVWMxoYvnQj4UxLTtqKU+eYV4Z5lTBvC9p+jc5PkG6dKGyxWfyKGAWF0K6YggfDwMTH2HKdSRZBCk6VNumhVkQtXmN8X5CFLSo35v2JYBwQBJ+zGsDhuiKtxT7awhQZk3FCSI5p3II89pxVMb4fk/U7LKoR9aPA4vPKznCHVHLeqf68GsBsXciriOj2GJ1OMcs11qdDouF9ZtWCzhfE3S7HDwc084y2zmnXhRPuAhCKFVOw3LSUJym8+2nEOCLrMJM7bH70I7z26p+4u/9FDm5fo5qPCT4h+Ah9YUyTlJc+VgLQdESwBeZ0F/EWQkJ87yvI2+vE7Tb36n9w0L6H5DUm7hHxFOmQMOvY+GPB/ht3ZCWA0AhxOSCdvwL9AGlH2HbK3Bfs5Z4vv6jM9yyPjpe4pMJah5QZYRCx/8YdWT0CtcGWKbq8hnUFphvSaMxZ6plHgb9ECbdGE8Kp5aSLcHRoLWhiLn2sCJBgmgxbr6N9RiPCqVVOo0BjlUyFzSJl1vS4JtB4g9YRoZcPCaAUTGXB5ziB0ipl7Dkz4IDUC9Pc8tIgofXnfSlUoEl86UOe4PtKI/3JJ1REGDaDD6Ds4/52Pqs8ns9Xy3iGao97/W+rfQP567e0O3SoKCe0V7abFmu4NMNdPF9GYPzj1zRulVl5eiVH4iA0PaYXzKHD/ezBM0XzMgJ1vKRJIibZtXOBi6OEqL/YcT6L95fGy6xCVWl/tPfMqbwEkEIZdmP49ltM4pydUcruCxkHJNxsY250EdtOWHOWwgsJ8L0ffI3b2/vPqv0fALnDRFD583w+rIQX85h2qMTAJEBxIR6rQtQQBh4pnnrquhqAGSjS9VQ0OB+IG8P9MoJRSuaFtd6w5oVMHCFd4uOSkDVI3n04AJIGxCpxvsD7mJOuxyw8X93IGPcDJj1kyRyfztB0gUQVvmiRPKwOcOvNXX1Ulei0IV6bEakluDOO65zfHHq+nwvZ9D3a/BgfLcB0qPW4osJkK6Zg/LstPeEUA0i7ZLR5hLE9xnYMxnNufvKfuM/+lvruZ5C/e8zZLupjCDHGl0i7WA2gOK4w7nH18qTTI9K8JhtXrL9UweD3/GF2n8/tnjK5/jLxrMIs15CZp1i0DL3napXjCQAbR8LHBp+i1ZqD5T4yPSHfEEaDEpe8w9CWOK/slWe8PAxM8yXxfIqMJoxPe+paebASwKHhrH4XTGAzFpptwyCe00QHJNEcI47aWSrfctQtMVlgMu2wecP40KN2pXZCdH0OplcQcChH8ZzevI+NSqw4VDyo0HaGMuo5aWtIYVL0XBPPaGmervL/AD4+EnwniICJA370a0QUCIgIIopIBn0G83OjpVUWWrMdCTvTYjWA6VxZLh11q9jEE13U/K0br1Ke7BFZ6HXAaLrJcnnvwuw87BmAXL0T/k+A0UJIW2W5DOi//dLjcQYzIUmhzb7At77zy9WS/YQhV7lCf+Pnx89FHOBflxB07ncSqOoAAAAASUVORK5CYII=) 15 16, auto;}
72%,72.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFRElEQVRYhbWVS4seaRXHf+epe/V760u60ybG9tIkhsELIy4UBD+A6BdwIVm4EWY98wFmI4iii4C6cCO4EPwCLnQhIniDTHCY0cl0MtP2Jf3e6q2qp56q57ho0x0ZdUKKFBQUT9Vz/r/nf06dI7zA65d3NvXDvglelPhPXv2GavKAlSiraICOtzgqpizUs0Txa+CHSthH5IevX1G0/cD6YHCD5fQPNJniUkGlxWWWsjt/76zBpsJg6PsBLOIE591/rKkqp/UBmgqqAYSCqkO7OTrOiOIGdRFLFVZx0w/gjWkFSUs+KWhag60iSptQdylNN0aba5jm48yPAqrpGtViyMtfvUtiPCh42zMFDweeROB2CAEeTRydCo2NEK8YTbA2xi5C6uUIuxhwvK5sZVskkvCoftAP4HhTGakwCELisCUynoCGuglxNIQ6ZHrcUs62KR9PsPUaJxsGKwWBrzkb9ayBs03Bt4Ydl2O7jsI44sDhqbHTmrqdMD28yvJoG7sc0tqU+VbIY7MEoIt6psBdGbAqV1w9XUcjpYkdlW/YTioCV/KbX+9w8rdP05QDjA+BEN3cpEkuZXsBaDKgqzzh4R7SBcRNyqiK2blf8rm/f4d3gs+StVNmaqm94vCYeIyfrdj6U8qD1+5JLwBfG8IyJ3p7iD9tMfPbmOIag7OXkdPP8KUR/HY/5GOHFYdFw7xpWZXg85AHr92T/g5UQlDF6NsvEdQjpNpmuLxJOPsUlU/ZdI4bVcLBLtw6jfjnynG/FDS9bMA9AWLiMsYUV5Fqg7z8BLLahWaEEwg7YbsJqQ0cbAr7gfBGJXh/GaMfwApMGREW10jsLkm5DXadzodo6ImAXIX1TqjbkLcm4OsA9dFFDOkDkPz484qBtAkJ1CAaIk/NPw2eWH1+ThVDEc9QbXF3/tKvBrI7+9ocN6goDvvM+9bXJrgk4ckEuXBgdPfLGlllupo9UyBx4OsW04I5drifvfNcbl44UEUr6jhkknwE0SdVcj5qpesuNqiASksnnjpuwYP97p+fO5UXALIGo2bMze//nHEbsusCdpqQ6zZgzwYMWkMQrSA9xebH2OSQV779PR5trJ5XGwBzAZA5TNqxP2uZhy3TQClFcYCoEJiWLpli82PK/B+0g/fwuUPWeulfOmByEKO8u2i40SkPt5TUw0ddQAQQL9DB+5TDN9HsGJ8uaPIlkvX6kZ5KQdKBUd4tSmZNyK6LOdiFvSYkMh1u/S2KjT/iB+/hx/cwWyFd1iBZ3B9g7/WX9LSsMWM4bQvmreHYCpMi4Xf7LV8Z/JX6kz+C2zk+ayBu6IKKNi8xaa9eRjj6/Z6eUWAAb+fUZkFNy1xapmFBld3nF1//ATd3lPUkIzMxsUaIFwKtEGs+VOT/AgSPHxO4844lvkWyKWFSkwyXDHeOuP6FIx4VOV10wtbakkEUMYgikiBgbS64VdEP4MqJsGHX6UzLQh3V+owkXZFvzphcPSQN57Q+5WyRYihp0obSN8QmZLLKMCKc9AI4NlxPx1i1JNVj5oM56bggn5yRb4c4WaLEOE0o6paOBuc9SdgyXiipCm/2Abi+AHP2Ppko297wcLQkHS5JRpY46ejEIip4H2MbRyCKGEeHZ7sB+tbAraHgG0EEJGq49bW7iOjFzdPPCCIZtNl5l04hyrN+ADtWKZaOqlaipCOhYry5g6tWiFZEkdL6nOH6FYri4IMR5Nkn4X8FGC6FpFaKlUf/XdDDIKEuLQEQp4INv8i3XvlVv5b3vwDyM0MOTMRcDufTQ85bvIESvvnTFyMO8C9kyJD964sdWAAAAABJRU5ErkJggg==) 15 16, auto;}
73%,73.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
74%,74.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
75%,75.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
76%,76.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
77%,77.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
78%,78.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
79%,79.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
80%,80.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
81%,81.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
82%,82.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
83%,83.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFSUlEQVRYhbWXTYhkVxXHf/fe91mvqro+unt6OmPXZBzEDxQnESELF25dCVkYQRBXAVdu3ERw4SLriBAUdaeCgYDgNhtdSHAwCSoSJ52Znsmkpqenu6u6uuq9eu++e4+LahoxkIzzZu7ufnD+v/uHc+85iic4fvH6UD7pjHpS4q/86puyH/8JXwrV3DN66ovc/vAfK1GliNoaFUHQROT5n22Ip/7I+lZ7h+unf8VXgrOKqlBUpwUf5qt9ZTVRqTBt3wzguIxZuBpEoeTMTFGMZ2OU10BMgMaL4vDuPtCmigsCH6JKhZWqGcC/JwWVM6zzJRLfoeOGJIsOsxsVapwymG3SX2zQLtdYq7qkPuGXP/w2KqgwoslLaQZQtLcByE8nOOUAMK2AsB9h71sCHxDamNRmpD4hIYLeZS4MeqQm5p/Tm80AZPg0+CVF/h7OV3gqlMCF7RGHu5bAxXRcxprL6NEiNSGs73DLTlFVjt8cNQNQwxG1n1GPr1OaBUs9p9JLlCjC9Yukey36ts+W6dAPEtIwhPURPtxcXcCohg5sXMKXB7h0DkDtT8jrI3J9yNUvP8dn37zMtc5FeklE14TEgYbBDj61qwvQMA0lHiC+JMosaDBAaCqGoedb7Rkv/q7PtLXFfihMjMMCEnfx0wPW39pl76VXVSMAv/T4ZUWSQKwDsiBgO1zja9EVrr6RU1d/Y+iWDMIRNlxjagRyi29l7L30qqKxA4WDpWUQJQyChK2gy+eDbZ6Zb6Ju3qXSp2TVGCcQyQZD08EVNSL+PEZDAFBLz064xmbQ5rLZ4FpwCXVjippYSlNCOcfYBzjAeLtywLvHBLCo0KXjUqfPtu5x1VwgGJeog5KwcDhV4VRJ4BYoHQIWn1eImMcD4AqLmEv89uQ7KAGNQRkwX9GoZyHwCiVTYAp8gJiIUxFk8RgcCL/7gtQ3buMDg04SJHy4UP2sjY1T7Nn8/Dvu/vwVCcuCyWL+f4EoEaKbdyh+/ZtH+trPsYvQsYxi+lGCctX5AVGKWguiwCmPKPA4RIGYFso5ih+9/Mh1xTmAyiLWCsfdH19DuQXGTqn1Kfutfd4dvEb13AD/TI/JRc2uu8/YT/n96TeQdOdRtf8HIAWtIsRsACHiLcZXGImwqUE2Y+rtmN36LnvuAQf1HN8y6CR6PAC6FYAOcOEAo8NV3lpL7GKkHyKfyXi7vsu/6jH79Yzjeon0NCpppP9fDsQaowKOooyeaxOqFqIgchPkSsZb2QF/KW8xtics6prS15CEqNR8XPyHA7j88vflMF9AN+O9pCIEMpexZb9AL0/Y/frrvHbyZ45sgXWCA/Cgkwid6GYA3Td/KseABlQx41OnJWXtmTnLO8uKt+sJf7ze5aA1JA8mqMDi9eotN/YEpeNmAHJ0C+POyneb8u5xTmEtk3rJPTnh/c4evDNkdO1ZHsS3yetjrCrwWNT0EKWrjxX4RAD14BbmpESMgrDHvWJB4SxTcibxhCLKcYewWe4gSpgFCUs9o9I59ugeoifNAPTBbT7Xu0LhSvYP7zBxBUsqTsyCU7OgNiWmDpiPPWujC4gCTYSRGfXkXiNxgCCc7fHB8f6qqq0jllQUekkRLrBhSa1rtAuxk4J0I6WTDQEw2pCf/J3ICE08CJ7uKMJKVk9umPPGT14AwANaCTVnxYP2zJSAEmIgUkJXCZnJGDcB+HRHcHNLVQiiHQRzntq6yvj++0QtjQkFXbfodrbYn9/5SABN2UAeglFHIfGqgZSzZBh1UqKZEGWCjhVb5Vf5wff+8EQaWfUwLfSLzx89sS76Pxdtf4BwX71KAAAAAElFTkSuQmCC) 15 16, auto;}
84%,84.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
85%,85.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFYUlEQVRYhbWXy48dRxWHv6rqx+37mrc9HsNkxmMsk1iwc4AFIAQSAgmBsiRChGTBX4CU/AFBCguQ2LBgQSCIVaSIRcTWErLCQ0igIELwTOwkHs+M5z7mvrqru6oOizsaI2Xh4JZb6kVXd9XvO6fr1DlH8RivH7++Ig/7Rj028V9+W26nNxArVJMAwCfXr7J/tEeQiritIYGojsjXfr4mHveR8Y32JjfHf8aVQqgU5QyUUhSjguNcCIUmtgrVDvUABjZl4jyNKiXI3JkaGA56gMaoDkoptBIUig/6QwYqkMQZ2mmm42k9gPcGjvPjq3zu1edoVRndqkXbt1gKbTZMh61um4XVgpPkHBdKjakGPPnsV1juniMyKQeD/9QDCO0dfHIRm05BzfebFkMzNChwxBHsZis8WRhM1Uf5YyR9gjt5iXYWulfqAcjKDs4ucdIYkRhLMBUAmaTY0CKNDRsuIin7mOoA5YewuoWRCu2EqpvWA1Ar24Sizah5j8gllElBbixKw8qsg1nqcW7qiIo9lB+gZIasbOMaem6A0TU9sPYEbhozbO+iZMqJ7xO3U47zY0w/8Ez+BZLJW2g3QEmFkhJZ2yRk2dwAaoahpCtUTuheTdARmFThmoqBucdvkz/w+ehXXPr1Hiv5t2hVKVFIINohDKes/u1tbr/0iqq3CQuPK3LcuYpSWwo9YaqGDJN79Jf/zZsXP8M3X9jhzh9vcP72lPbsS/jcEZodbr/0iqK2B3KHt5ZhdESpLbk6YRINmDTu4dOSf/lDnr62yZpSHK3E9O/+CVd+FVH+bI2aAIK3JVMzxKoZuRlT6AFVOiXSMA4F/3QHfPHaedDgsgk+rwgP9GsCTC3OOXIzxaoJVo0pGzNCUmGUwgbHfhhxyy9yZadJAMKsRPwD2VoAfmoJOuN46wdzIBHAE5++37WKvUJ4QwSNQS0LVaWRMq8PkH3/eSkPjpD/M6EutVtUJqU6fT6b3f3ZLyT2lsFk+rEWUq4iFAXaOfT9I6rXXn2k1H7mgbwVU6iErJ0gShHwiFLzW/63rjAodZr5xKBDwP70J49cV5wBqE5GZmf85v7rsNPk3cjxV/c+f7d3uTUbUllNPO2S5l1S6ZBKm+HlZyHqPqr23IgzgEyhmwl6dwK7My6blA3dJdURIoIuY5KiSSodMt8h8y2iRoRqpbUAzjygmzHGQHRrgssdBHjqqXX+Un2AC5DaFo2wRNstkckCSUjppwkhq1fVPfgFqSESz+be00wObnDYq1gV4dNXznPTHtItNlgsL9CSRRqhTRJS9tMUl9WK5DnA1ss/kuPZGNNqsTlax02+w8WBpffO7/nG9y7xprvGJ8rP0vILRDPBWyE4iBotqkZND3Tf+p30Od0M+QnNsIBIQjvErPmX2XrtOt/t3+Qfy+8wzcbMYosz8+iI7Zgiqh4i8RAA6e1i/LxsVkXAJduIaiJmCde4xDQ74eroMt5pDptHpxA5Lirp9Q9Qs0k9AHX/FsnIEiKFUjEhuo6YRXy8zlFzkWQQ0ZT7rOdrSICxTxklE8rYovsfIumgHoA+2sOPC0JkQCf4eBUxq5TJMvtRyYXKk2pNy2cslvOY1z7G+hlR/21UcrceAKN3ubz0Kay39Ed3ELOKj5c4ij07eY8T16BBREpEMzQI1WkuFYXpfYju7NUDWO9YnH0PRaDTyfn6D7+MD/PMFmR+DPvTozgQCKcTtRJCbNmOmvTqAGx3BJnMqHJBG83q8iKHvTsIQtI26FiIXJOFzhr7k/c/soDB1pCHaLOjIJ03kFoZNroNGrO5xXFLUKliy17nxefeeCyNrPo4LfSLz/QeWxf9X5TulQYEDAZMAAAAAElFTkSuQmCC) 15 16, auto;}
86%,86.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
87%,87.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
88%,88.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
89%,89.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
90%,90.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
91%,91.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
92%,92.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
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95%,95.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
96%,96.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
97%,97.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFNElEQVRYhbWXu4/cVxXHP+fe+3vOzuyux7NZK7ZjgSMTLAEFkQh0FIgmUmSgoUMUdJEQEhEpKBAChRRIIPGQaGigACL4G6CIACEoEkA8bC9R7J3d2Zmdmd/7PigmLIKAMP6tT3kf53zutzjfe4RHGO/4yTj8rzP6URX/xPeeC6+HKdUaimNLuQyUy8A4uky9FE5bT+1jpE+RyTefCRb3tvWrW3scraaUpkW6gCs6AESE/Z09qC2N7liYGtMHIGkmeNcy6IQgHhEhiGNRdhgZMVKCiEACTjx4mC41l5LH2MFwupr1A6jmI64vFD/75S/Q7efQ3X2M+SH6Uod+vMHs18i2o1ARx0nKsc557ugZDk8cEhwh3kP1AfCDmyBXaO+usf5rWPMYvv04YSmwUR0bFHOTMFU500FOiK4j+btQ2Q3Ib/ZTIBRjfBPTFM/i3rDEk5cgfQGWMaZsIYJlHPNmusVse0g9zPAH+9A5cBbPqB+ANGN8E1HXCbqLcM1HcFtfgv0vYE6+jk0Vf0q3mV0Zc9dvceITXDfBdpuyodE9FbATbGMonEK5gGoTdHOLtPg93n+G323/gN8+fpU7LmfmLcvQ4JoJvo42D4CeAFVCqCJKDFYpPAErMevgeb084hvrD8C8JoscsVIYYtw6wq8WXCx+w51XXpReAL6qsV3NKvK0Smi0YpkGDoeKX1+1pMtdjtWC1cChI0cUeULVQsi588qLQn8FKmzTsoyF2miKxLHIFX/ZKbC7OZmNSJeakkCbCp2DpC2R5p8NuB/AusLZhmUKVeRYp4rj3FHkhjZRGAtJlGLLmlYJHgerEu/OC6AqsHXLOhaqRFimMMsaqjjCSUDbQOxjGtsRqkCHJtQV4bwUcHXF/aD48uWnNkBBCFoIZcDdFrgNQctbewFtwDf1v+R4aIDsyU+HdjUlBPlH03ug2N0Z0HXJ2Z0zNxw9/Z0QRQ3zRfFAiYQOb2sUFtVN6W5//6Gc9UyBSkVULkJfzMFurBNA3OZPoX1ARBAXENmstRjQnubVlx/a1s8AJB0giaP76M+JKiFqhKEbsF1oJocNg3sdu6uOS0XOqIasCXzryk2O0uxha/8bwFaGaIePHR0acZ42tDiTo4OQtZ5xlTCqYav2ZB2YNEaywfkAqCwnJA6JHB5HmwtmWWNNTtx4BqXlYpmwU3oGjSa1Dm0SZOu8FEgTJII8bem0wmlNjaNadJi55Z3znL2VZ1QLiXPEPmCSGMnOAeDara+EYylR2Q6TuMHG0HpNlWlqH3j/wZCnjjxbrcJ4h0IwXmGiFJWl/QBGz78aTgAF6LTjyWTFSBLGynCNU95XHvDe/JPM5S51UDi/cT2PRrIOyZp+ACGfocPmZ6tjywe15oIUPKHWjA+Oec/pCUy+i1Kfpb7/Vdr1s7Q2wjmPSU4QY/sBSHJE3C7x2qAjzbvVgnRVMT5dcb0+Ja099oIlnn4b9r+Irl9CH30Y2xpUckJI/p8++B8AVDIFSlAKpQPpbMXFdcmlrmDUttAJ5B4zamH+BqQvoC6/THdYoZJ9ZND2AlCUr+GrPxLKPyDdn9krSvZ8ya5tMOI3pyKQUUDFP8bYQ4z6PPETWxD+hipe66eADKdczsa03nKvmXGrugYKtFKgIFwIsBOQGxrvPRJ+RQgBCTcooimZjvsBhOE9FnZOEiL2Rob7iykhvNX/BxEhEnIbMxnucbCevi1B03O8NDI84rR1DF3GMBsSmjfPNsMgRhLDh5qn+dGnftprjvxvIQ8yQv/1Y7NHUhzg7+JUhhstagGvAAAAAElFTkSuQmCC) 15 16, auto;}
98%,98.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
99%,99.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
}
div.testarea{
animation:rwdcur73234 3.3333333333333s linear infinite forwards;
}
